@keyframes rwdcur135244 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
}
div.testarea{
animation:rwdcur135244 0.66666666666667s linear infinite forwards;
}
